See attached image.
Can't seem to get alpha to compute this. Had this in a test and it stumped me. Could someone explain how to find the limit? Thanks in advance guys.
Just divide top and bottom by n. Then the limit of the numerator is 1, while the limit of the denominator is 2i (the \frac{(-1)^n}{n} has magnitude which tends to 0).
#3
SherlockOhms
309
0
Cool, thanks man. I was under impression that I had to separate the function up into it's real and imaginary parts.
Hi everybody
If we have not any answers for critical points after first partial derivatives equal to zero, how can we continue to find local MAX, local MIN and Saddle point?. For example: Suppose we have below equations for first partial derivatives:
∂ƒ/∂x = y + 5 , ∂ƒ/∂y = 2z , ∂ƒ/∂z = y
As you can see, for ∇ƒ= 0 , there are not any answers (undefined)